lim f ( x) = Ax →∞
ε > 0, X > 0, 使当 x > X 时,恒有 f ( x) A < ε . ε > 0, X > 0, 当f (x) A < ε时, 有
x→ +∞
lim f (x) = A
ε > 0, X > 0, 当 x < X 时, 有 , f (x) A < ε
极限存在的充要条件: 极限存在的充要条件:
lim lim f (x) = A xlim f (x) = x→ ∞ f (x) = A →+∞ x→∞返回
lim f ( x) = Ax →∞
ε > 0, X > 0, 使当 x > X 时,恒有 f ( x) A < ε . ε > 0, X > 0, 当f (x) A < ε时, 有
x→ +∞
lim f (x) = A
ε > 0, X > 0, 当 x < X 时, 有 , f (x) A < ε
极限存在的充要条件: 极限存在的充要条件:
lim lim f (x) = A xlim f (x) = x→ ∞ f (x) = A →+∞ x→∞返回